I am using 'paretosearch' algorithm for a multi-objective optimzation problem consisting of minimizing '200' objectives with '5' decision variables. I have one linear equality constraint for the decision variables. I have upper bounds for each decision variable with '0' as the lower bound and '100' as the upper bound.
My question is that I don't need high precision in my decision variables. I just need them to be integers or some fixed point numbers whereas the optimization process searches the whole float space. Could i be able to tell the paretosearch algorithm to search for intergers or just fixed point numbers? Is there any other way to do this as it will speed up my optimization process by a lot.